Journal of Revenue & Pricing Management

TABLE 2

FROM:

Pricing management for a closed-loop supply chain

Gu Qiaolun, Ji Jianhua and Gao Tiegang

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Table 2. The numerical results of the optimal values with variable parameter k(b=40)

The optimal results
Parameter Models P * omega * f * D * PiM * PiR * PiT` * Pi*
k=0.1CMRC236.70223.398.64 f * 14,158.807,079.40/21,238.21
 CRMRC236.73224.533.18530.9314,094.107,047.05/21,141.15
 CTMRC236.99223.993.18520.2113,530.866,765.43557.5020,853.78
          
k=0.3CMRC236.12222.2321.92555.3615,421.077,710.53/23,131.60
 CRMRC236.28224.078.08548.8015,059.147,529.57/22,588.70
 CTMRC236.66223.328.08533.6914,241.027,120.51806.6922,168.22
          
k=0.5CMRC234.83219.6531.67606.9218,417.539,208.77/27,626.30
 CRMRC235.37223.1211.67585.3917,134.158,567.07/25,701.22
 CTMRC235.96221.9311.67561.4815,763.097,881.541,342.4824,987.11
          
k=0.7CMRC232.04214.0839.12718.3025,797.8612,898.93/38,696.79
 CRMRC233.59221.1714.41656.4921,549.1510,774.58/32,323.73
 CTMRC234.59219.1714.41616.5119,004.429,502.212,464.8230,971.44
          
k=0.9CMRC225.97201.9445.00961.3046,204.7923,102.39/69,307.18
 CRMRC230.14217.1916.58794.5531,565.2815,782.64/47,347.92
 CTMRC231.87213.7316.58725.3626,307.2413,153.625,018.6844,479.54
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